Syllogism
Practise two- and three-statement syllogisms, 'either-or' cases and possibility conclusions in the RRB NTPC CBT 1 pattern: 6 bilingual sets.
Topics Covered in Syllogism
Syllogism Practice Tests
Syllogism Practice Set 01
Syllogism Practice Set 02
Syllogism Practice Set 03
Syllogism Practice Set 04
Syllogism Practice Set 05
Syllogism Practice Set 06
Smart Practice Path
Start with Easy, move to Medium, and challenge yourself with Hard test results.
Why Practice Syllogism?
- Syllogism is a regular part of the General Intelligence & Reasoning section
- Every answer was checked against all possible Venn arrangements of the statements
- Each set is 15 questions in 12 minutes with 1/3 negative marking
Concepts You Will Master
- All, Some, No and Some … not statements and what each one allows
- Drawing the smallest Venn diagram that fits every statement
- A conclusion follows only if it is true in every possible diagram
- 'Either I or II': a complementary pair about the same two terms
- Possibility conclusions: true in at least one diagram without breaking a statement
Preparation Tip
Draw the minimum diagram first and test the conclusion. Then try to break it with a second diagram that still fits every statement; if you can, the conclusion does not definitely follow.
Explore Other Reasoning Topics
About Syllogism
Syllogism questions give two or three statements about groups and ask which conclusions must follow. These six sets cover two-statement and three-statement questions, the 'either-or' case and possibility conclusions. Each answer was checked against every possible arrangement of the groups, and every option explains why it is right or wrong.
FAQs
There are 6 sets: 2 easy, 2 medium and 2 hard. Each set has 15 questions and a 12-minute timer.
Each correct answer gives 1 mark and each wrong answer deducts 1/3 mark, the same as RRB NTPC CBT 1.
Yes. Every question can be attempted in English or Hindi, and solutions are given in English, Hindi and Hinglish.
When neither conclusion follows alone, both talk about the same two terms, and one of them must be true in every case, such as 'Some A are B' and 'No A is B'.
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